@keyframes rwdcur95327 {
0%,20.952631578947%,100% {cursor:url(data:image/png;base64,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) 3 22, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 3 22, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 3 22, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 3 22, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 3 22, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 3 22, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 3 22, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 3 22, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 3 22, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSUlEQVRYhe2Wv2saYRjHP15tqEoRoVSMnSQ0JBBbU9JF0rFbp+KsnRy6pmtone3QoUOmmjn/QRaHIBlKFRRaAolLY9JAQSyoxeGuw/m+vd9G4yVLPiA+994D3+/zvPe8dwGAwstnPTyo7H+Let2/CsF3r7Odx8kHHwFqrXYRILuW2qm12sXsWmoH4OTnmXbw4zzghwFFBFZx67pfBEUgqnWKT379/uCXAQX+V1lrtYvG2C9RmwFj2697CwIAmysJzSvJrwfQkc2VhDbJ0DxRJqf4S3ByyuXIlcquXdvb3nLdQpuBafdbCH+NPGJ5KcViPC7v5ZMREWpuRmZ+uHKlsiZEAZNwJhYy5abD+k5//lKxmbgzqzjA/dWnruKFxD1UVSV+V9drDlRePc/Qjz18/726Lw+2qTtgrNwqnA4r7Hb6svXr0QUA6r2RNJEOK6ZOzDQFou1CGPQ2NweqXBfi1tiYA1NOgaweve2fVmPUeyPS4Qi7nb7MM8br0QXqvRHNgUqjOwTg7ZsCgLa3vRW40jlQOf8L2KvKxEJyTYgb7xkNBhmPyJiAw7UrekUhWdnZxQWL8bi8hpAl144yFhE/zXI9EaO48V+QDis0ukPyyYhtPIWBqVheSnF03LYJiYkwTkajO6Q5UMknI3IbGt0h1dqhzLFWqTmsmciVytqfJy84Om6bpsEo7EW1dshG/1SO4dQGhAnQj99p2OifAuYjeSYDViNeZoSoVXguBtzMGPF6EzpxbR8ighv/ILlxA04n36VPwltumQf/AAyt/5v1L+06AAAAAElFTkSuQmCC) 3 22, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,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) 3 22, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 3 22, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 3 22, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 3 22, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 3 22, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
}
div.testarea{
animation:rwdcur95327 1.5833333333333s linear infinite forwards;
}
